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  1. Dawson, J.: Logical dilemmas : the life and work of Kurt Gödel (1996) 0.67
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    Abstract
    Die Biographie von Dawson, einem der Mitherausgeber der Gesammelten Werke Gödels, stützt sich auf ein intensives Studium des Nachlasses und zahlreiche Interviews mit Experten und Zeitgenossen Gödels. Sie verbindet eine umfassende Darstellung des persönlichen und kulturellen Hintergrundes mit einer integrierten Geschichte der Logik im 20. Jahrhundert, einer Geschichte, in der Gödel einer der Hauptdarsteller war
    BK
    31.01 / Geschichte der Mathematik
    Classification
    SG 174 Mathematik / Biographien, Geschichte und Philosophie der Mathematik / Biographien / Einzelbiographien / gm - go
    31.01 / Geschichte der Mathematik
    RVK
    SG 174 Mathematik / Biographien, Geschichte und Philosophie der Mathematik / Biographien / Einzelbiographien / gm - go
  2. Engel, P.: Teleosemantics: realistic or anti-realistic? : Votum (1992) 0.27
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    Field
    Philosophie
    Series
    Philosophie und Geschichte der Wissenschaften; Bd.18
    Source
    Wirklichkeit und Wissen: Realismus, Antirealismus und Wirklichkeits-Konzeptionen in Philosophie und Wissenschaften. Hrsg.: H.J. Sandkühler
  3. Mathematics subject classification (1991) 0.26
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    Editor
    Zentralblatt für Mathematik; Mathematical Reviews
    Field
    Mathematik
    Footnote
    Abgedruckt in den Sachregisterteilen des 'Zentralblatts für Mathematik' und 'Mathematical Reviews'. - Frühere Ausgaben: 1970; 1980; 1985
  4. Chaitin, G.J.: Algorithmic information theory (1987) 0.26
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    BK
    31.02 (Philosophie und Wissenschaftstheorie der Mathematik)
    Classification
    31.02 (Philosophie und Wissenschaftstheorie der Mathematik)
  5. Parrochia, D.; Neuville, D.: Towards a general theory of classifications (2013) 0.25
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    BK
    31.02 Philosophie und Wissenschaftstheorie der Mathematik
    Classification
    31.02 Philosophie und Wissenschaftstheorie der Mathematik
    Date
    8. 9.2016 22:04:09
  6. Neunzert, H.; Rosenberger, B.: Oh Gott, Mathematik? (1997) 0.25
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    Abstract
    Mathematik ist voller neuer Ideen, ist wie das Spiel, wie die Kunst ein Bestandteil, ja vielleicht sogar ein besonders sensibler Repräsentant der Kultur und nicht zuletzt ein unersetzliches Hilfsmittel der Naturwissenschaften, der Technik und der Wirtschaft. Mathematik ist Werkzeug und Spiel, sie liefert auch oft genug einen Anreiz zu philosophieren, zur Besinnung auf rationale Reflexion
    Field
    Mathematik
    Footnote
    1. Aufl. u.d.T.: Schlüssel zur Mathematik
  7. Neunzert, H.; Rosenberger, B.: Schlüssel zur Mathematik (1991) 0.25
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    Abstract
    Mathematik ist voller neuer Ideen, ist wie das Spiel, wie die Kunst ein Bestandteil, ja vielleicht sogar ein besonders sensibler Repräsentant der Kultur und nicht zuletzt ein unersetzliches Hilfsmittel der Naturwissenschaften, der Technik und der Wirtschaft. Mathematik ist Werkzeug und Spiel, sie liefert auch oft genug einen Anreiz zu philosophieren, zur Besinnung auf rationale Reflexion
    Field
    Mathematik
    Footnote
    2. Aufl. u.d.T.: Oh Gott, Mathematik
  8. Odlyzko, A.M.: Tragic loss or good riddance? : The impending demise of traditional scholarly journals (1995) 0.21
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    Abstract
    Beitrag zur Zukunft der Zeitschriften auf dem Gebiet der Mathematik und der elektronischen Fachinformation in der Mathematik
    Footnote
    Auch in: Notices of the AMS und in langer Form (tragic.loss.long.ps) über ftp vom Rechner ftp.att.com aus dem Verzeichnis /pub/att/math.odlyzko
    Source
    Mitteilungen der Deutschen Mathematiker-Vereinigung. 1995, H.1, S.19-24
  9. Bartle, R.G.: ¬A brief history of the mathematical literature (1995) 0.21
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    Abstract
    Presents an overview of the development of the mathematical literature up to the founding of Mathematical Reviews in 1940. A brief history of mathematical communication is given including discussion of academies, amthematical societies and the early periodicals published by these groups. Describes the emergence of the mathematical reviewing periodicals, the most important of which was the 'Jahrbuch über die Fortschritte der Mathematik', founded in 1868. By the late 1920s there was widespread dissatisfaction with the Jahrbuch and in 1931 a new reviewing periodical called 'Zentralblatt für Mathematik und ihre Grenzgebiete' began publication. Discusses the background to the publishing of the first issue of 'Mathematical Reviews' in January 1940 and provides tables indicating the growth of mathematical literature 1940-1989
    Field
    Mathematik
    Object
    Jahrbuch über die Fortschritt der Mathematik
    Zentralblatt für Mathematik
  10. Schwartzman, S.: ¬The words of mathematics : an etymological dictionary of mathematical terms used in English ; a reference book describing the origins of over 1500 mathematical terms used in English, including a glossary that explains the historical and linguistic terms used in the book (1994) 0.21
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    BK
    31.00 / Mathematik: Allgemeines
    31.01 / Geschichte der Mathematik
    Classification
    31.00 / Mathematik: Allgemeines
    31.01 / Geschichte der Mathematik
    Field
    Mathematik
    RSWK
    Mathematik / Etymologie / Wörterbuch (GBV)
    Mathematik / Wörterbuch (SWB)
    Mathematik / Begriff / Etymologie / Wörterbuch (GBV)
    Englisch / Etymologie / Mathematik / Mathematischer Begriff / Wörterbuch / Wörterbuch <Sprachwörterbuch> (BVB)
    Subject
    Mathematik / Etymologie / Wörterbuch (GBV)
    Mathematik / Wörterbuch (SWB)
    Mathematik / Begriff / Etymologie / Wörterbuch (GBV)
    Englisch / Etymologie / Mathematik / Mathematischer Begriff / Wörterbuch / Wörterbuch <Sprachwörterbuch> (BVB)
  11. Donald, M: Origins of the modern mind : three stages in the evolution of culture and cognition (1991) 0.21
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    BK
    42.02 (Philosophie und Theorie der Biologie)
    Classification
    CC 6600: Philosophie / Systematische Philosophie / Philosophische Anthropologie / Abhandlungen ; ;
    42.02 (Philosophie und Theorie der Biologie)
    Date
    1. 2.2020 16:21:22
    RSWK
    Kognition / Kultur / Geschichte
    Bewusstsein / Kultur / Geschichte
    Mensch / Kognitive Entwicklung / Geschichte
    Evolutionstheorie / Kultur / Geschichte
    RVK
    CC 6600: Philosophie / Systematische Philosophie / Philosophische Anthropologie / Abhandlungen ; ;
    Subject
    Kognition / Kultur / Geschichte
    Bewusstsein / Kultur / Geschichte
    Mensch / Kognitive Entwicklung / Geschichte
    Evolutionstheorie / Kultur / Geschichte
  12. Monastyrsky, M.: Modern mathematics in the light of the fields medals (1996) 0.19
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    Abstract
    Die Idee, die moderne Mathematik ein einem schmalen Band von 150 Seiten darzustellen, ist waghalsig und ermutigend zugleich. Wie Freeman Dyson in seinem Vorwort sagt: 'What Monastyrsky has produced is a road map to the territory of mathematics, with the Fields Medals as a convenient set of nodal points'. Das Buch wird vielen Spezialisten helfen, einen neuen Überblick über die Landschaft Mathematik zu gewinnen, in der sie täglich in der Tiefe nach neuen Schätzen graben
    Field
    Mathematik
  13. Rival, I.: Order - a theory with a view (1989) 0.17
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    Abstract
    Ordnung hat in unserer Alltagssprache eine Fülle von Bedeutungen. Als mathematischer Begriff ist Ordnung mit einer begrenzten Bedeutung festgelegt, die als eine Abstraktion der Beziehungen 'ist enthalten in', 'ist ein Teil von' und 'ist kleiner als' verstanden werden kann. Der mathematische Ordnungsbegriff tritt in vielen Bereichen der Mathematik und ihrer Anwendungen auf. Seine aktuelle Verwendbarkeit, wie etwa im Bereich der theoretischen Informatik, machen die mathematische Ordnungstheorie zu einem attraktiven Teilgebiet der gegenwärtigen Mathematik
    Source
    Klassifikation und Ordnung. Tagungsband 12. Jahrestagung der Gesellschaft für Klassifikation, Darmstadt 17.-19.3.1988. Hrsg.: R. Wille
  14. Wells, D.: Which is the most beautiful? (1988) 0.17
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    Abstract
    Präsentation einer Liste der schönsten mathematischen Formeln und Sätze (s. Abbildung)
    Field
    Mathematik
  15. Floridi, L.: Information: a very short introduction (2010) 0.17
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    BK
    06.00 (Information und Dokumentation: Allgemeines)
    Classification
    06.00 (Information und Dokumentation: Allgemeines)
    RSWK
    Information / Philosophie / Informationstheorie / Wissenssoziologie / Einführung
    Philosophie / Information / Bedeutung / Differenz / Daten / Einführung (HBZ)
    Information / Mathematik / Semantik
    Subject
    Information / Philosophie / Informationstheorie / Wissenssoziologie / Einführung
    Philosophie / Information / Bedeutung / Differenz / Daten / Einführung (HBZ)
    Information / Mathematik / Semantik
  16. Blair, D.: Wittgenstein, language and information : "Back to the Rough Ground!" (2006) 0.15
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    BK
    05.20 / Kommunikation und Gesellschaft
    Classification
    CI 5017 Philosophie / Geschichte der Philosophie / Geschichte der Philosophie des Abendlandes / Philosophie der Gegenwart / Deutschland und deutschsprachige Länder / Autoren / Autoren W / Wittgenstein, Ludwig / Abhandlungen, Studien
    05.20 / Kommunikation und Gesellschaft
    RVK
    CI 5017 Philosophie / Geschichte der Philosophie / Geschichte der Philosophie des Abendlandes / Philosophie der Gegenwart / Deutschland und deutschsprachige Länder / Autoren / Autoren W / Wittgenstein, Ludwig / Abhandlungen, Studien
  17. Wells, D.: Are these the most beautiful? (1990) 0.14
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    Abstract
    Präsentation des Ergebnisses der Suche nach den schönsten mathematischen Formeln und Sätzen (s. Abbildung); Gewinner exp(i*pi)=-1
    Field
    Mathematik
  18. Williams, S.W.: Million-buck problems (2002) 0.14
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    Abstract
    Übersicht über die mit Prämien versehenen ungelösten Probleme der Mathematik (darunter: Goldbach-Vermutung; Collatz-Folge; Riemannsche Vermutung; Primzahl-Zwillinge; Poincaré-Vermutung
    Field
    Mathematik
  19. Balaguer, M.: ¬A guide for the perplexed : what mathematicians need to know to understand philosophers of mathematics (2014) 0.14
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    Field
    Mathematik
    Philosophie
  20. Rehurek, R.: Machine learning in text analysis (2011) 0.14
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    Abstract
    Vortrag im Zentralblatt für Mathematik am 27.10.2011.
    Field
    Mathematik

Authors

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  • a 3122
  • m 523
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  • s 210
  • b 52
  • i 38
  • r 27
  • x 20
  • n 19
  • p 6
  • ? 4
  • d 2
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